Lesson in probability in COMPOUND EVENTS.pptx

A lesson in probability in Compound events for grade 10 learners.
A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson in probability in Compound events for grade 10 learners.A lesson

1. I LOVE MATH   M - make friends without cheating A - always cooperate and participate in class discussion and activities T – task must be submitted on time H – have discipline in your words, minds and action. Know your limits

2. What is the probability that you obtain tail if you flip a coin? Remember me

3. Are you ready

4. “What is my name?” B A B T I L I Y R O P

5. “What is my name?” N D U P C O M O

6. “What is my name?” T E E N S V

7. “What is my name?” N A Y M

8. “What is my name?” What is our topic today?

9. Probability of COMPOUND Events Prepared by: Shahanie Abbat

10. Aim of the lesson At the end of our discussion, you will be able to solve probability of compound events and understand the distinction between simple events and compound events.

11. Find the probability of “1 and 6” when two dice are rolled.

12. GRESA G- iven R- equired E- quation S- olutin A- nswer P(E) = P(Blue) = -Given: Sample space = {(1, 1), (1, 2), (1, 3), (1, 4), (1, 5), (1, 6), (2, 1), (2, 2), (2, 3), (2,4), (2,5), (2,6), (3,1), (3,2), (3,3), (3,4), (3,5), (3,6), (4,1), (4,2), (4,3), (4,4), (4,5), (4,6), (5,1), (5,2), (5,3), (5,4), (5,5), (5,6), (6, 1), (6, 2), (6,3), (6,4), (6,5), (6,6)} -Required: (1,6) and (6,1) -Equation: P(e) = 1st trial 2nd trial favourable x favourable outcome outcome possible outcomes possible outcome

13. Find the probability of “getting even numbers” when two dice are rolled. SOLVE ME

14. Problem 3: What is the probability of drawing a Queen and then a King? There are 52 cards in a deck and in it are 4 Queens as well as 4 Kings. So the odds are 4/52 (simplified to 1/13) Problem 4:* refer to problem 3* What is the probability of drawing 2 hearts (without replacement)? SOLVE ME

15. Assignment Research about the 2 types of compound events with examples. Write it on your notebook TAKE ME HOME